Later, Angeleri-Hügel, Marks, and Vitória
[1]} introduced the notion of silting module, which generalizes the notion of tilting module over an arbitrary ring as well as the notion of support \(\tau \) -tilting module over a finite dimensional algebra (introduced by Adachi, etc. see [2]}). Furthermore, they proved that there are bijections between silting
modules, 2-term silting complexes, certain \(t\) -structures
and co-\(t\) -structures in the derived module category. And all silting
modules are quasi-tilting modules, see [1]}.
